t = linspace(0,1.194629127679293);
plot(4.641012226882339e-08 + -0.4146025199792082*t.^1 + -0.748573337243733*t.^2 + 0.2641052670513567*t.^3, 1.154844158437072 + 1.230116568069536*t.^1 + -0.8536256815694447*t.^2 + 0.1066631092132275*t.^3,'b');
hold on;
t = linspace(1.194629127679293,1.980756258235663);
plot(4.641012218975504e-08 + -0.4146025199792081*t.^1 + -0.7485733372437331*t.^2 + 0.2641052670513568*t.^3, 1.154844158437071 + 1.230116568069536*t.^1 + -0.8536256815694448*t.^2 + 0.1066631092132275*t.^3,'b');
hold on;
t = linspace(1.980756258235663,2.837872261752364);
plot(4.083244264099593 + -6.598974071065319*t.^1 + 2.373654107638744*t.^2 + -0.2613215628779967*t.^3, 0.7807809013503733 + 1.796662687307685*t.^1 + -1.139650838315785*t.^2 + 0.1547971077903019*t.^3,'b');
hold on;
t = linspace(2.837872261752364,4.055089977842478);
plot(-1.963792485490258 + -0.2064699075524892*t.^1 + 0.1210847268148487*t.^2 + 0.003262742199562925*t.^3, 3.571724240168957 + -1.153727338804905*t.^1 + -0.100002202301862*t.^2 + 0.03268113026424422*t.^3,'b');
hold on;
t = linspace(4.055089977842478,5.239882489363803);
plot(4.286186871319202 + -4.830273121015175*t.^1 + 1.261331487978652*t.^2 + -0.09046692984176911*t.^3, 5.750939954158601 + -2.765935003170299*t.^1 + 0.2975740964176976*t.^2 + -1.255477489847479e-07*t.^3,'b');
hold on;
t = linspace(5.239882489363803,6.457100282190456);
plot(-9.198507878820273 + 2.890145100678592*t.^1 + -0.212063809981767*t.^2 + 0.003262608365191096*t.^3, 10.4526040715977 + -5.457787803485644*t.^1 + 0.8112979835047485*t.^2 + -0.03268049501085784*t.^3,'b');
hold on;
t = linspace(6.457100282190456,7.314216358093949);
plot(62.03341948970649 + -30.20455263771363*t.^1 + 4.91325503161526*t.^2 + -0.2613204922841483*t.^3, 43.33031229556467 + -20.73292995110634*t.^1 + 3.176932940383391*t.^2 + -0.154801098867844*t.^3,'b');
hold on;
t = linspace(7.314216358093949,8.100343442268327);
plot(-143.5607021869815 + 54.12196093985226*t.^1 + -6.615869819094104*t.^2 + 0.2641003359704591*t.^3, 24.48714397044353 + -13.00421340681003*t.^1 + 2.120262455684963*t.^2 + -0.1066450862951911*t.^3,'b');
hold on;
t = linspace(8.100343442268327,9.294908136303576);
plot(-143.5607021869815 + 54.12196093985226*t.^1 + -6.615869819094105*t.^2 + 0.2641003359704591*t.^3, 24.48714397044351 + -13.00421340681002*t.^1 + 2.120262455684963*t.^2 + -0.106645086295191*t.^3,'b');
hold on;
t = linspace(0,0.4362313831732209);
plot(4.641012226882339e-08 + -0.3363663682105452*t.^1 + -0.8514912433604204*t.^2 + 0.3725883945230746*t.^3, 1.154844158437072 + 1.105023822100793*t.^1 + -0.8686835616335932*t.^2 + 0.2357394440425869*t.^3,'r');
hold on;
t = linspace(0.4362313831732209,0.724023483994651);
plot(4.64101221862856e-08 + -0.3363663682105452*t.^1 + -0.8514912433604203*t.^2 + 0.3725883945230745*t.^3, 1.154844158437072 + 1.105023822100793*t.^1 + -0.8686835616335934*t.^2 + 0.2357394440425871*t.^3,'r');
hold on;
t = linspace(0.724023483994651,0.9823956467257395);
plot(0.1311341508734422 + -0.8797221047115812*t.^1 + -0.1010242370926373*t.^2 + 0.02708072207059392*t.^3, 1.264885786489721 + 0.6490650148856583*t.^1 + -0.2389266306850622*t.^2 + -0.05419448990201216*t.^3,'r');
hold on;
t = linspace(0.9823956467257395,1.218629208699704);
plot(0.02881776511966661 + -0.5672724737666882*t.^1 + -0.4190729092200709*t.^2 + 0.1349967377775273*t.^3, 1.250726159098527 + 0.6923051109866123*t.^1 + -0.2829415815300405*t.^2 + -0.03925992628646779*t.^3,'r');
hold on;
t = linspace(1.218629208699704,1.435227007025527);
plot(-0.02873746409554379 + -0.4255840205333471*t.^1 + -0.5353416251033256*t.^2 + 0.1667998804817015*t.^3, 1.331625569110543 + 0.4931483631395717*t.^1 + -0.1195147192611277*t.^2 + -0.08396230201109905*t.^3,'r');
hold on;
t = linspace(1.435227007025527,1.634591779344275);
plot(-0.3375630366402873 + 0.2199422363577708*t.^1 + -0.9851145556092501*t.^2 + 0.2712602267786653*t.^3, 1.256160644634463 + 0.6508898021732723*t.^1 + -0.2294216805024827*t.^2 + -0.05843626775464729*t.^3,'r');
hold on;
t = linspace(1.634591779344275,1.820430713331909);
plot(-0.6897102591968967 + 0.866245295641249*t.^1 + -1.380505666374989*t.^2 + 0.3518901666739852*t.^3, 0.7548171064800073 + 1.571015936091992*t.^1 + -0.7923305030880416*t.^2 + 0.05635464002200721*t.^3,'r');
hold on;
t = linspace(1.820430713331909,1.99825183124522);
plot(-0.3629992460511116 + 0.3278380757128239*t.^1 + -1.084747516402345*t.^2 + 0.2977348235077295*t.^3, -0.501799192844564 + 3.641871404726561*t.^1 + -1.929893967310369*t.^2 + 0.2646503024882926*t.^3,'r');
hold on;
t = linspace(1.99825183124522,2.175057110809265);
plot(1.591378412262991 + -2.606293089971469*t.^1 + 0.3836015273995448*t.^2 + 0.05279588557501969*t.^3, -1.565315322642377 + 5.23854122356778*t.^1 + -2.728927299283471*t.^2 + 0.3979390300782781*t.^3,'r');
hold on;
t = linspace(2.175057110809265,2.358231615266341);
plot(4.089352953571589 + -6.051684747359978*t.^1 + 1.9676480520936*t.^2 + -0.1899634909982672*t.^3, -0.8197726559653966 + 4.210233512052675*t.^1 + -2.256154558556444*t.^2 + 0.3254853401073323*t.^3,'r');
hold on;
t = linspace(2.358231615266341,2.554163654710981);
plot(5.038564051606322 + -7.259213844870863*t.^1 + 2.479696609874684*t.^2 + -0.2623409671921896*t.^3, 1.328935528756485 + 1.476776580835331*t.^1 + -1.097041554760747*t.^2 + 0.1616460468148475*t.^3,'r');
hold on;
t = linspace(2.554163654710981,2.767338810692627);
plot(4.275791977959877 + -6.363297791598907*t.^1 + 2.128929715349542*t.^2 + -0.2165638307274246*t.^3, 3.290735661387668 + -0.827461202455621*t.^1 + -0.194891929758864*t.^2 + 0.04391023097836293*t.^3,'r');
hold on;
t = linspace(2.767338810692627,3.000135195474038);
plot(2.795536070242664 + -4.758590877507611*t.^1 + 1.549056044698546*t.^2 + -0.1467165020217812*t.^3, 4.373976271135719 + -2.001774162143701*t.^1 + 0.2294554451092556*t.^2 + -0.007203540999791447*t.^3,'r');
hold on;
t = linspace(3.000135195474038,3.253065436000563);
plot(1.462031431633623 + -3.425146330787767*t.^1 + 1.104594558852354*t.^2 + -0.09733411790825867*t.^3, 4.996092612448596 + -2.623862468948735*t.^1 + 0.4368088696294265*t.^2 + -0.03024177216939354*t.^3,'r');
hold on;
t = linspace(3.253065436000563,3.525189646931485);
plot(-0.06951515225672944 + -2.012743216843687*t.^1 + 0.6704185049945077*t.^2 + -0.05284520302682932*t.^3, 4.494022285929105 + -2.160849655591294*t.^1 + 0.2944776369916087*t.^2 + -0.01565745311833413*t.^3,'r');
hold on;
t = linspace(3.525189646931485,3.814610075263356);
plot(0.8461638691355291 + -2.792002587064505*t.^1 + 0.8914731001420703*t.^2 + -0.07374758628252928*t.^3, 7.474167868812989 + -4.697007322011848*t.^1 + 1.01391628297429*t.^2 + -0.08368581641588692*t.^3,'r');
hold on;
t = linspace(3.814610075263356,4.119199268990451);
plot(-6.817440666301087 + 3.235039011603372*t.^1 + -0.6885158056052038*t.^2 + 0.0643171066195531*t.^3, -4.175382751831355 + 4.464781477468586*t.^1 + -1.387846575801758*t.^2 + 0.1261882215057332*t.^3,'r');
hold on;
t = linspace(4.119199268990451,4.438456582081814);
plot(26.81850262558466 + -21.26191374212638*t.^1 + 5.25850232924059*t.^2 + -0.4169267587124998*t.^3, 52.50927716399601 + -36.81847981742855*t.^1 + 8.63431030446371*t.^2 + -0.6848235169254706*t.^3,'r');
hold on;
t = linspace(4.438456582081814,4.784661580727796);
plot(-96.48613848742166 + 62.08100434168971*t.^1 + -13.51895252303261*t.^2 + 0.9932822861822477*t.^3, -157.6657985326006 + 105.2410887351263*t.^1 + -23.37221401889087*t.^2 + 1.71890427534102*t.^3,'r');
hold on;
t = linspace(4.784661580727796,5.063405946639546);
plot(205.8080594337271 + -127.4585437459516*t.^1 + 26.09504000072086*t.^2 + -1.766508338879248*t.^3, 30.61380668012045 + -12.81090012721769*t.^1 + 1.300793020488291*t.^2 + 8.269629776643509e-06*t.^3,'r');
hold on;
t = linspace(5.063405946639546,5.409610998558012);
plot(-152.4569813901003 + 84.80867989721601*t.^1 + -15.82678611398045*t.^2 + 0.9932826368982168*t.^3, 253.7572766907581 + -145.0204083291418*t.^1 + 27.41157884236542*t.^2 + -1.718912821367361*t.^3,'r');
hold on;
t = linspace(5.409610998558012,5.728868327889039);
plot(70.78805341248392 + -38.99599008483586*t.^1 + 7.059271684824915*t.^2 + -0.4169270685627911*t.^3, -126.7697015087523 + 66.00787723572239*t.^1 + -11.59830294416526*t.^2 + 0.684826362893711*t.^3,'r');
hold on;
t = linspace(5.728868327889039,6.033457535940635);
plot(-19.69600561725539 + 8.387220970608642*t.^1 + -1.211683125704683*t.^2 + 0.0643171805713284*t.^3, 25.71827523347563 + -13.84453061238209*t.^1 + 2.340297714427346*t.^2 + -0.1261889988859322*t.^3,'r');
hold on;
t = linspace(6.033457535940635,6.322877980422572);
plot(10.62765855038906 + -6.690533693450785*t.^1 + 1.287340787904209*t.^2 + -0.07374759675424784*t.^3, -20.37733805208521 + 9.075468249451813*t.^1 + -1.458518921854922*t.^2 + 0.08368605278237685*t.^3,'r');
hold on;
t = linspace(6.322877980422572,6.595002209672499);
plot(5.343923048502067 + -4.183573009607013*t.^1 + 0.8908503461139302*t.^2 + -0.0528451720979481*t.^3, -3.180985162946063 + 0.9163579792312271*t.^1 + -0.1681080843401843*t.^2 + 0.01565738811890049*t.^3,'r');
hold on;
t = linspace(6.595002209672499,6.847932470025298);
plot(18.10527120305482 + -9.988581597399353*t.^1 + 1.771063635395089*t.^2 + -0.09733407754972599*t.^3, -7.364427355699926 + 2.819363646136806*t.^1 + -0.4566607802156387*t.^2 + 0.03024180051188152*t.^3,'r');
hold on;
t = linspace(6.847932470025298,7.080728874921219);
plot(33.96333844833931 + -16.93581741552327*t.^1 + 2.785564851423911*t.^2 + -0.1467164383556815*t.^3, 0.03379910452400248 + -0.4217137853101511*t.^1 + 0.01663206337383435*t.^2 + 0.007203564973336809*t.^3,'r');
hold on;
t = linspace(7.080728874921219,7.293904049635905);
plot(58.75945510640652 + -27.44156495765456*t.^1 + 4.269274753004934*t.^2 + -0.2165637628232742*t.^3, 18.17939877228485 + -8.109735734023477*t.^1 + 1.10239909167272*t.^2 + -0.04391014791689473*t.^3,'r');
hold on;
t = linspace(7.293904049635905,7.489836104403603);
plot(76.52298722286974 + -34.74774776273952*t.^1 + 5.270958180064778*t.^2 + -0.2623409588782842*t.^3, 63.86596174670061 + -26.900727223703*t.^1 + 3.678658850754351*t.^2 + -0.1616458964520125*t.^3,'r');
hold on;
t = linspace(7.489836104403603,7.673010618669747);
plot(46.11278633781409 + -22.56716044634573*t.^1 + 3.644675956181095*t.^2 + -0.1899636642257118*t.^3, 132.705032097605 + -54.47372190262429*t.^1 + 7.360047107395897*t.^2 + -0.3254851850259017*t.^3,'r');
hold on;
t = linspace(7.673010618669747,7.849815900961059);
plot(-63.55353336352445 + 20.3102673918883*t.^1 + -1.94340803967653*t.^2 + 0.05279563298594853*t.^3, 165.4360220190382 + -67.27091125166278*t.^1 + 9.027865644998432*t.^2 + -0.3979390809167117*t.^3,'r');
hold on;
t = linspace(7.849815900961059,8.027637014188642);
plot(-182.0311125769482 + 65.58938503294728*t.^1 + -7.711583779379598*t.^2 + 0.2977345297481374*t.^3, 100.9639586462356 + -42.63132829090471*t.^1 + 5.88899165462352*t.^2 + -0.2646504352560062*t.^3,'r');
hold on;
t = linspace(8.027637014188642,8.21347593712362);
plot(-210.0474188163822 + 76.05933012011891*t.^1 + -9.015821261551039*t.^2 + 0.3518906689235981*t.^3, -6.792365281357146 + -2.361822929438002*t.^1 + 0.8726331309021067*t.^2 + -0.0563550794804885*t.^3,'r');
hold on;
t = linspace(8.21347593712362,8.412840693812864);
plot(-165.3700201942793 + 59.74075843471306*t.^1 + -7.029016672321228*t.^2 + 0.2712587657586313*t.^3, -70.39765974301903 + 20.87022703889852*t.^1 + -1.955895271224368*t.^2 + 0.05843709960745692*t.^3,'r');
hold on;
t = linspace(8.412840693812864,8.629438473603471);
plot(-103.1755837092147 + 37.56236278383446*t.^1 + -4.392761398024942*t.^2 + 0.166805134686664*t.^3, -85.59428795478019 + 26.28931035386158*t.^1 + -2.600039563526071*t.^2 + 0.08395936633223604*t.^3,'r');
hold on;
t = linspace(8.629438473603471,8.86567201494011);
plot(-82.72429542587135 + 30.45252996705215*t.^1 + -3.568856941375705*t.^2 + 0.1349797940549233*t.^3, -56.87620944865181 + 16.3055511808955*t.^1 + -1.443097636944715*t.^2 + 0.03926963245904072*t.^3,'r');
hold on;
t = linspace(8.86567201494011,9.124044153551361);
plot(-7.57424285396934 + 5.022967793334745*t.^1 + -0.7005394431799186*t.^2 + 0.02713621140030518*t.^3, -67.25451582870791 + 19.81740218189135*t.^1 + -1.83921549412213*t.^2 + 0.05416295193931216*t.^3,'r');
hold on;
t = linspace(9.124044153551361,9.411836215745701);
plot(-269.8314738538209 + 91.25355587014919*t.^1 + -10.15145689005032*t.^2 + 0.3724113725685324*t.^3, 152.8671643347692 + -52.55895082308583*t.^1 + 6.093270559971115*t.^2 + -0.2356385849155804*t.^3,'r');
hold on;
t = linspace(9.411836215745701,9.84793086227031);
plot(-269.8314738538207 + 91.25355587014914*t.^1 + -10.15145689005032*t.^2 + 0.3724113725685322*t.^3, 152.867164334769 + -52.55895082308579*t.^1 + 6.093270559971113*t.^2 + -0.2356385849155803*t.^3,'r');
hold on;
t = linspace(0,0.1863627619959285);
plot(4.641012226882339e-08 + -0.05023819472776997*t.^1 + -2.044097997698038*t.^2 + 1.842976490715589*t.^3, 1.154844158437072 + 1.091576143198583*t.^1 + -0.9320321009347718*t.^2 + 0.353356489256482*t.^3,'g');
hold on;
t = linspace(0.1863627619959285,0.2837744674065816);
plot(4.64101222678176e-08 + -0.05023819472776989*t.^1 + -2.044097997698039*t.^2 + 1.842976490715589*t.^3, 1.154844158437071 + 1.091576143198583*t.^1 + -0.9320321009347717*t.^2 + 0.3533564892564817*t.^3,'g');
hold on;
t = linspace(0.2837744674065816,0.3686863516121205);
plot(0.03139237861021212 + -0.3821108873662384*t.^1 + -0.8746034491875361*t.^2 + 0.4692393827479751*t.^3, 1.153945750089588 + 1.101073914675635*t.^1 + -0.9655015372933402*t.^2 + 0.3926710861197891*t.^3,'g');
hold on;
t = linspace(0.3686863516121205,0.4474315015317862);
plot(0.03205822213143208 + -0.3875288545758339*t.^1 + -0.8599081202557632*t.^2 + 0.4559531763130512*t.^3, 1.162050759505008 + 1.035123471595926*t.^1 + -0.7866220024493378*t.^2 + 0.230944156565863*t.^3,'g');
hold on;
t = linspace(0.4474315015317862,0.5222495822771173);
plot(0.05051502837684688 + -0.5112805764521056*t.^1 + -0.5833256233761148*t.^2 + 0.2499011542472783*t.^3, 1.167594662335668 + 0.9979519527488165*t.^1 + -0.7035444392472546*t.^2 + 0.1690519541336349*t.^3,'g');
hold on;
t = linspace(0.5222495822771173,0.5941988854888627);
plot(0.05782760147752345 + -0.5532867743438812*t.^1 + -0.5028924371806953*t.^2 + 0.1985635122940996*t.^3, 1.175840119400743 + 0.9505869149686671*t.^1 + -0.6128501823488037*t.^2 + 0.1111650357098135*t.^3,'g');
hold on;
t = linspace(0.5941988854888627,0.6638601643029358);
plot(0.06797163795411273 + -0.604502133667099*t.^1 + -0.416700152789112*t.^2 + 0.1502114164462193*t.^3, 1.183618038075155 + 0.9113176457171076*t.^1 + -0.5467624292234312*t.^2 + 0.0740911677175051*t.^3,'g');
hold on;
t = linspace(0.6638601643029358,0.7315827312604869);
plot(0.07490108429258507 + -0.6358164678194504*t.^1 + -0.3695300771674907*t.^2 + 0.126526671697225*t.^3, 1.192090120847425 + 0.8730321005323057*t.^1 + -0.4890913303331968*t.^2 + 0.0451337145311653*t.^3,'g');
hold on;
t = linspace(0.7315827312604869,0.797590096686389);
plot(0.08098563848414822 + -0.6607673883301615*t.^1 + -0.3354246787695246*t.^2 + 0.1109871221057961*t.^3, 1.200778850028983 + 0.8374022442893041*t.^1 + -0.4403889010377257*t.^2 + 0.02294327399066807*t.^3,'g');
hold on;
t = linspace(0.797590096686389,0.8620318947729868);
plot(0.08512193418477149 + -0.6763253637280797*t.^1 + -0.3159184493635246*t.^2 + 0.1028349691444194*t.^3, 1.209963462081976 + 0.8028558823504446*t.^1 + -0.3970754721443838*t.^2 + 0.004841482492633878*t.^3,'g');
hold on;
t = linspace(0.8620318947729868,0.9250120441303021);
plot(0.08735766464743122 + -0.6841060403232831*t.^1 + -0.3068924763776267*t.^2 + 0.09934477617103958*t.^3, 1.219688340125122 + 0.7690118513971334*t.^1 + -0.3578147079446741*t.^2 + -0.01033999916628972*t.^3,'g');
hold on;
t = linspace(0.9250120441303021,0.9866052267863927);
plot(0.08713727963896832 + -0.683391287440243*t.^1 + -0.3076651721361043*t.^2 + 0.09962322146746604*t.^3, 1.230090381335154 + 0.7352759407913037*t.^1 + -0.3213439281100738*t.^2 + -0.02348245140642607*t.^3,'g');
hold on;
t = linspace(0.9866052267863927,1.046867147830911);
plot(0.08390896227909815 + -0.6735748463585789*t.^1 + -0.3176148873972313*t.^2 + 0.1029848210856961*t.^3, 1.241234139830981 + 0.7013907812768191*t.^1 + -0.2869987223535053*t.^2 + -0.03508628403170656*t.^3,'g');
hold on;
t = linspace(1.046867147830911,1.105841268975501);
plot(0.07688653678891613 + -0.6534507298322396*t.^1 + -0.3368380682641025*t.^2 + 0.1091056808040476*t.^3, 1.253110037306936 + 0.6673581033943519*t.^1 + -0.2544896518826414*t.^2 + -0.04543750848848125*t.^3,'g');
hold on;
t = linspace(1.105841268975501,1.16356343870919);
plot(0.06511206709269141 + -0.6215081625943578*t.^1 + -0.36572337769687*t.^2 + 0.1178125691683328*t.^3, 1.265554497453484 + 0.6335979413466554*t.^1 + -0.2239607116135072*t.^2 + -0.0546398359006898*t.^3,'g');
hold on;
t = linspace(1.16356343870919,1.220065213579807);
plot(0.04743059494293911 + -0.5759202602208505*t.^1 + -0.4049029366765513*t.^2 + 0.1290365837418014*t.^3, 1.278168396139156 + 0.6010756956330935*t.^1 + -0.1960101550459678*t.^2 + -0.06264700755908732*t.^3,'g');
hold on;
t = linspace(1.220065213579807,1.275376334821168);
plot(0.02252228741567686 + -0.5146735975424387*t.^1 + -0.4551024358481632*t.^2 + 0.1427515607809715*t.^3, 1.290201941502906 + 0.571486591961063*t.^1 + -0.171758087744407*t.^2 + -0.06927290127679621*t.^3,'g');
hold on;
t = linspace(1.275376334821168,1.329526641406049);
plot(-0.01103787162273306 + -0.4357318182680505*t.^1 + -0.5169992870904734*t.^2 + 0.1589289691145908*t.^3, 1.300413643388053 + 0.5474661480975374*t.^1 + -0.1529240830606886*t.^2 + -0.07419537113124884*t.^3,'g');
hold on;
t = linspace(1.329526641406049,1.382547594130955);
plot(-0.05465870143213225 + -0.3373039377332129*t.^1 + -0.5910315610362925*t.^2 + 0.1774900297808957*t.^3, 1.306903763405612 + 0.5328215675029827*t.^1 + -0.1419091999147088*t.^2 + -0.07695697635297169*t.^3,'g');
hold on;
t = linspace(1.382547594130955,1.43447352059575);
plot(-0.1095317178558224 + -0.2182345834701893*t.^1 + -0.6771547113484295*t.^2 + 0.1982543903660787*t.^3, 1.306935282211888 + 0.5327531746178276*t.^1 + -0.1418597311763843*t.^2 + -0.0769689033054408*t.^3,'g');
hold on;
t = linspace(1.43447352059575,1.485342649765564);
plot(-0.1763255052118474 + -0.0785447535841306*t.^1 + -0.7745352679641028*t.^2 + 0.2208830308202272*t.^3, 1.296767249385373 + 0.5540181879077731*t.^1 + -0.1566839945626573*t.^2 + -0.07352414043055312*t.^3,'g');
hold on;
t = linspace(1.485342649765564,1.535197977373677);
plot(-0.2547585650127985 + 0.07986931972076605*t.^1 + -0.8811868027664593*t.^2 + 0.2448172466770172*t.^3, 1.271543623829132 + 0.6049632521195019*t.^1 + -0.1909825210472832*t.^2 + -0.06582703285517552*t.^3,'g');
hold on;
t = linspace(1.535197977373677,1.584087984287805);
plot(-0.3430491497373719 + 0.2524019559523796*t.^1 + -0.9935714194572474*t.^2 + 0.2692190107810947*t.^3, 1.225301518952649 + 0.6953270466750232*t.^1 + -0.2498438509130963*t.^2 + -0.05304663346840078*t.^3,'g');
hold on;
t = linspace(1.584087984287805,1.632067216071615);
plot(-0.4372716387977307 + 0.4308437281170514*t.^1 + -1.106217796384914*t.^2 + 0.2929227397921471*t.^3, 1.151182260658869 + 0.8356966328892068*t.^1 + -0.3384560919037967*t.^2 + -0.03440031207934827*t.^3,'g');
hold on;
t = linspace(1.632067216071615,1.679196721687947);
plot(-0.5306968858559393 + 0.6025742416735025*t.^1 + -1.211440493014901*t.^2 + 0.3144134185243743*t.^3, 1.041937830573079 + 1.036505329387765*t.^1 + -0.4614955687838633*t.^2 + -0.009270734966255557*t.^3,'g');
hold on;
t = linspace(1.679196721687947,1.725544341841905);
plot(-0.6132560546200803 + 0.7500718535336879*t.^1 + -1.299278689668787*t.^2 + 0.3318499692908603*t.^3, 0.8908111491403969 + 1.306503500800524*t.^1 + -0.6222856465189803*t.^2 + 0.02264731959288888*t.^3,'g');
hold on;
t = linspace(1.725544341841905,1.771184832644789);
plot(-0.6713311226105287 + 0.8510401101855978*t.^1 + -1.357792547703947*t.^2 + 0.3431534280731673*t.^3, 0.6928164756732156 + 1.650733437985159*t.^1 + -0.8217762819304074*t.^2 + 0.06118407397121719*t.^3,'g');
hold on;
t = linspace(1.771184832644789,1.816199808235502);
plot(-0.6881154627666202 + 0.8794691140592863*t.^1 + -1.373843387429825*t.^2 + 0.3461741630128612*t.^3, 0.4463460086027881 + 2.068200541126038*t.^1 + -1.057475625921234*t.^2 + 0.1055422044999347*t.^3,'g');
hold on;
t = linspace(1.816199808235502,1.860677487025579);
plot(-0.6447692290888904 + 0.8078697776627433*t.^1 + -1.3344207776091*t.^2 + 0.3389387972339118*t.^3, 0.1548857723460378 + 2.549634745009002*t.^1 + -1.322553400789349*t.^2 + 0.1541928308730404*t.^3,'g');
hold on;
t = linspace(1.860677487025579,1.90471223059927);
plot(-0.5224819948296655 + 0.610704118737011*t.^1 + -1.228456331701328*t.^2 + 0.3199556675859462*t.^3, -0.1715307870589833 + 3.07592137181205*t.^1 + -1.605400175941315*t.^2 + 0.2048637607044671*t.^3,'g');
hold on;
t = linspace(1.90471223059927,1.948403872016149);
plot(-0.3053365276204016 + 0.2686910885467046*t.^1 + -1.048894808078045*t.^2 + 0.2885315814451598*t.^3, -0.5156092578496565 + 3.617859096466264*t.^1 + -1.88992490148671*t.^2 + 0.2546568862266143*t.^3,'g');
hold on;
t = linspace(1.948403872016149,1.991856840909411);
plot(0.01642376645057353 + -0.2267302643240838*t.^1 + -0.7946244486385814*t.^2 + 0.2450309562939085*t.^3, -0.8532813038409854 + 4.137780121323265*t.^1 + -2.156769487624287*t.^2 + 0.3003087126557784*t.^3,'g');
hold on;
t = linspace(1.991856840909411,2.035179105375868);
plot(0.4433947416919575 + -0.8698050573595784*t.^1 + -0.4717725348725847*t.^2 + 0.1910023221178041*t.^3, -1.155657533748302 + 4.5931987393138*t.^1 + -2.385409723527288*t.^2 + 0.3385712074306894*t.^3,'g');
hold on;
t = linspace(2.035179105375868,2.078480963708679);
plot(0.9650787662211147 + -1.638804733827087*t.^1 + -0.09391897179490882*t.^2 + 0.1291152934234439*t.^3, -1.392347928151602 + 4.942097360243165*t.^1 + -2.556843588983041*t.^2 + 0.3666496314217958*t.^3,'g');
hold on;
t = linspace(2.078480963708679,2.121873730684166);
plot(1.559697942414777 + -2.497055331127727*t.^1 + 0.3190030670816201*t.^2 + 0.06289352761043671*t.^3, -1.535619094772879 + 5.14888948745943*t.^1 + -2.656335540474038*t.^2 + 0.3826055070874344*t.^3,'g');
hold on;
t = linspace(2.121873730684166,2.165468371534215);
plot(2.196044381264607 + -3.396750392593025*t.^1 + 0.7430127753196333*t.^2 + -0.003715793843907902*t.^3, -1.564521609519472 + 5.189753155728615*t.^1 + -2.67559383453662*t.^2 + 0.385630866825558*t.^3,'g');
hold on;
t = linspace(2.165468371534215,2.209374140485091);
plot(2.83711462483055 + -4.284877301292806*t.^1 + 1.153144329478769*t.^2 + -0.06684787180456961*t.^3, -1.468038000230365 + 5.056086540380059*t.^1 + -2.613867412158142*t.^2 + 0.3761292391884931*t.^3,'g');
hold on;
t = linspace(2.209374140485091,2.253697279158114);
plot(3.444775030054763 + -5.109989346495064*t.^1 + 1.526603957743041*t.^2 + -0.1231925806855314*t.^3, -1.24653281275264 + 4.755315588889122*t.^1 + -2.477733406613522*t.^2 + 0.3555903901919879*t.^3,'g');
hold on;
t = linspace(2.253697279158114,2.298539823477745);
plot(3.98444318432451 + -5.828366423035723*t.^1 + 1.845358869143127*t.^2 + -0.1703380594132924*t.^3, -0.9112515090317523 + 4.30900724017496*t.^1 + -2.27969955670761*t.^2 + 0.3263001727735113*t.^3,'g');
hold on;
t = linspace(2.298539823477745,2.343998557142347);
plot(4.428837013215669 + -6.408378773944808*t.^1 + 2.097698352229182*t.^2 + -0.2069322311433344*t.^3, -0.4821326957786889 + 3.748931479637824*t.^1 + -2.036033662901286*t.^2 + 0.2909638415198645*t.^3,'g');
hold on;
t = linspace(2.343998557142347,2.390164136864178);
plot(4.76018357504597 + -6.832457399105213*t.^1 + 2.278619378766593*t.^2 + -0.2326604930750849*t.^3, 0.01542212653183617 + 3.112128840667208*t.^1 + -1.76436001488208*t.^2 + 0.252329908748391*t.^3,'g');
hold on;
t = linspace(2.390164136864178,2.437120401311639);
plot(4.970736555315039 + -7.096731693520793*t.^1 + 2.389186803965391*t.^2 + -0.2480802744328427*t.^3, 0.5540438913774648 + 2.436081003778126*t.^1 + -1.481514236024384*t.^2 + 0.2128841130259291*t.^3,'g');
hold on;
t = linspace(2.437120401311639,2.484943863592311);
plot(5.06185381994688 + -7.208893486491059*t.^1 + 2.435209065692756*t.^2 + -0.2543748973414464*t.^3, 1.107484785883372 + 1.754816884605293*t.^1 + -1.201977731054756*t.^2 + 0.1746509445129054*t.^3,'g');
hold on;
t = linspace(2.484943863592311,2.533703377318897);
plot(5.042124234808012 + -7.185074535775994*t.^1 + 2.425623758328657*t.^2 + -0.2530891127804701*t.^3, 1.65288092494418 + 1.096376087952005*t.^1 + -0.9370056299540803*t.^2 + 0.139107270873316*t.^3,'g');
hold on;
t = linspace(2.533703377318897,2.583459959347367);
plot(4.925084797376668 + -7.046495444222828*t.^1 + 2.370929474540865*t.^2 + -0.2458935475487751*t.^3, 2.172050888902811 + 0.4816593433565859*t.^1 + -0.6943897223075042*t.^2 + 0.1071887874630353*t.^3,'g');
hold on;
t = linspace(2.583459959347367,2.634266748196789);
plot(4.726981028127706 + -6.816450730118945*t.^1 + 2.281884272477041*t.^2 + -0.2344044072143638*t.^3, 2.6519157320503 + -0.0755757414117264*t.^1 + -0.4786963910630435*t.^2 + 0.07935875401453951*t.^3,'g');
hold on;
t = linspace(2.634266748196789,2.686169075610091);
plot(4.46486802459982 + -6.517946787372097*t.^1 + 2.168568510908407*t.^2 + -0.220065722436623*t.^3, 3.084253796878649 + -0.5679382538159381*t.^1 + -0.2917895363410438*t.^2 + 0.05570804174328586*t.^3,'g');
hold on;
t = linspace(2.686169075610091,2.739204629148926);
plot(4.155190392978268 + -6.172088850394081*t.^1 + 2.039813422437492*t.^2 + -0.2040881865423529*t.^3, 3.465040609090698 + -0.9932132102617427*t.^1 + -0.1334692875126208*t.^2 + 0.03606169231751304*t.^3,'g');
hold on;
t = linspace(2.739204629148926,2.793403685533663);
plot(3.812854742047911 + -5.797159959772953*t.^1 + 1.902938328612312*t.^2 + -0.1874318802593003*t.^3, 3.793598345415966 + -1.353052412666294*t.^1 + -0.002102978265270644*t.^2 + 0.0200757490684605*t.^3,'g');
hold on;
t = linspace(2.793403685533663,2.848789397091527);
plot(3.450731237830718 + -5.408254296664677*t.^1 + 1.763715464003691*t.^2 + -0.1708185916835959*t.^3, 4.07172301371553 + -1.65174680088512*t.^1 + 0.1048254938942279*t.^2 + 0.007316109551354031*t.^3,'g');
hold on;
t = linspace(2.848789397091527,2.905378116718933);
plot(3.079486226106553 + -5.017304008689876*t.^1 + 1.626481631143339*t.^2 + -0.1547610301803996*t.^3, 4.302895643719292 + -1.895189819424621*t.^1 + 0.1902803958213564*t.^2 + -0.002682863113359113*t.^3,'g');
hold on;
t = linspace(2.905378116718933,2.963179749881185);
plot(2.707643850952456 + -4.633351531370996*t.^1 + 1.494329304701065*t.^2 + -0.1395992255163978*t.^3, 4.491631097275148 + -2.090071978620818*t.^1 + 0.2573567457376555*t.^2 + -0.01037851662460776*t.^3,'g');
hold on;
t = linspace(2.963179749881185,3.02219812516645);
plot(2.341787870981909 + -4.26294945233558*t.^1 + 1.36932774883856*t.^2 + -0.1255375793104353*t.^3, 4.642980206290833 + -2.243301740354058*t.^1 + 0.3090680068379597*t.^2 + -0.01619560788750731*t.^3,'g');
hold on;
t = linspace(3.02219812516645,3.082431377685622);
plot(1.986835262556716 + -3.910603980207763*t.^1 + 1.252741920400059*t.^2 + -0.1126787457054435*t.^3, 4.762177702712282 + -2.361623728011518*t.^1 + 0.3482189766807935*t.^2 + -0.02051376399126238*t.^3,'g');
hold on;
t = linspace(3.082431377685622,3.143872342149185);
plot(1.646334132191761 + -3.579208641291301*t.^1 + 1.145230901236582*t.^2 + -0.1010525318512576*t.^3, 4.854416919280799 + -2.451396253592709*t.^1 + 0.3773429098950327*t.^2 + -0.0236632186095737*t.^3,'g');
hold on;
t = linspace(3.143872342149185,3.206508954802338);
plot(1.32275658872315 + -3.270438906149248*t.^1 + 1.047017710133862*t.^2 + -0.09063934492611884*t.^3, 4.92472896905191 + -2.518490628413648*t.^1 + 0.3986842264368717*t.^2 + -0.02592596066981587*t.^3,'g');
hold on;
t = linspace(3.206508954802338,3.270324665655457);
plot(1.01777142621142 + -2.985095718142593*t.^1 + 0.9580289712815033*t.^2 + -0.08138850129246536*t.^3, 4.977945933534289 + -2.568280258100484*t.^1 + 0.4142119016714181*t.^2 + -0.02754014351408859*t.^3,'g');
hold on;
t = linspace(3.270324665655457,3.33529886474997);
plot(0.7324919659744389 + -2.723397425707333*t.^1 + 0.8780068575190434*t.^2 + -0.07323211296779919*t.^3, 5.018732309077792 + -2.605695236471135*t.^1 + 0.4256526551732276*t.^2 + -0.02870626152697366*t.^3,'g');
hold on;
t = linspace(3.33529886474997,3.401407328744118);
plot(0.4677019926125372 + -2.485226889183236*t.^1 + 0.8065978035834972*t.^2 + -0.06609541579499578*t.^3, 5.051675176402835 + -2.635326344801375*t.^1 + 0.4345367490825933*t.^2 + -0.02959414736765595*t.^3,'g');
hold on;
t = linspace(3.401407328744118,3.468622697156707);
plot(0.2240688317355448 + -2.270345396909616*t.^1 + 0.7434235137953468*t.^2 + -0.05990442055073458*t.^3, 5.081431080403882 + -2.661570691148479*t.^1 + 0.442252480781447*t.^2 + -0.03035027867382157*t.^3,'g');
hold on;
t = linspace(3.468622697156707,3.536914991549637);
plot(0.002357524257375676 + -2.07858803944905*t.^1 + 0.6881400845489909*t.^2 + -0.05459170384508339*t.^3, 5.112935457227074 + -2.688818719752756*t.^1 + 0.4501080566059992*t.^2 + -0.03110519654857259*t.^3,'g');
hold on;
t = linspace(3.536914991549637,3.606252196323929);
plot(-0.1963306483408984 + -1.910061366000879*t.^1 + 0.6404921558170839*t.^2 + -0.05010116818092907*t.^3, 5.151694117282854 + -2.721693691428678*t.^1 + 0.4594028719336127*t.^2 + -0.03198117795702417*t.^3,'g');
hold on;
t = linspace(3.606252196323929,3.676600927512429);
plot(-0.370271756899069 + -1.765361745101811*t.^1 + 0.6003675020153979*t.^2 + -0.04639236361806579*t.^3, 5.204179856126823 + -2.765355977913362*t.^1 + 0.4715102576924879*t.^2 + -0.03310028861075836*t.^3,'g');
hold on;
t = linspace(3.676600927512429,3.747927227350786);
plot(-0.5167067787523121 + -1.645875003347394*t.^1 + 0.5678682604305189*t.^2 + -0.04344587017429064*t.^3, 5.278422467797272 + -2.825935801343381*t.^1 + 0.4879873855136482*t.^2 + -0.03459416190532418*t.^3,'g');
hold on;
t = linspace(3.747927227350786,3.820197539759965);
plot(-0.6313426202377892 + -1.554115611130079*t.^1 + 0.5433855566182103*t.^2 + -0.04126842627644365*t.^3, 5.384747182960525 + -2.911042615361012*t.^1 + 0.5106950873592332*t.^2 + -0.03661374059225579*t.^3,'g');
hold on;
t = linspace(3.820197539759965,3.893379949025278);
plot(-0.707185269151783 + -1.494556401331656*t.^1 + 0.5277949466619078*t.^2 + -0.03990805945474241*t.^3, 5.537323044878086 + -3.030860394674447*t.^1 + 0.5420593762648176*t.^2 + -0.0393504480163397*t.^3,'g');
hold on;
t = linspace(3.893379949025278,3.967445807666523);
plot(-0.7342315095516159 + -1.473716225889798*t.^1 + 0.5224422259630008*t.^2 + -0.03944978406001354*t.^3, 5.754760837372949 + -3.198404632849274*t.^1 + 0.5850924838393232*t.^2 + -0.04303474530540674*t.^3,'g');
hold on;
t = linspace(3.967445807666523,4.042371952067507);
plot(-0.6928144735772039 + -1.505033883129916*t.^1 + 0.5303358831818596*t.^2 + -0.04011298633182996*t.^3, 6.067937892935401 + -3.435214714759366*t.^1 + 0.6447807803883248*t.^2 + -0.04804958351976139*t.^3,'g');
hold on;
t = linspace(4.042371952067507,4.118143829194317);
plot(-0.5662023894481356 + -1.598997589807855*t.^1 + 0.5535805790663839*t.^2 + -0.04202974017174941*t.^3, 6.505637984150006 + -3.760048819392469*t.^1 + 0.7251380826071281*t.^2 + -0.05467583358380312*t.^3,'g');
hold on;
t = linspace(4.118143829194317,4.194760080940671);
plot(-0.2686192069167666 + -1.815782040429817*t.^1 + 0.6062218804908593*t.^2 + -0.04629066480250912*t.^3, 7.176223483538469 + -4.248559318686751*t.^1 + 0.8437620354256619*t.^2 + -0.06427756660873096*t.^3,'g');
hold on;
t = linspace(4.194760080940671,4.272239551018585);
plot(0.1173586860843323 + -2.091824926473404*t.^1 + 0.6720284774635481*t.^2 + -0.05151993462985776*t.^3, 7.994036036491241 + -4.83344084027979*t.^1 + 0.9831934952248786*t.^2 + -0.07535737865270922*t.^3,'g');
hold on;
t = linspace(4.272239551018585,4.350632508031815);
plot(1.340622788081592 + -2.950810538625424*t.^1 + 0.8730906140535296*t.^2 + -0.0672074239188611*t.^3, 9.814758549363425 + -6.111966417646877*t.^1 + 1.282457045898731*t.^2 + -0.09870684576475368*t.^3,'g');
hold on;
t = linspace(4.350632508031815,4.430039633046293);
plot(1.266987825239787 + -2.900035188577449*t.^1 + 0.8614198167719302*t.^2 + -0.06631323996897537*t.^3, 10.17049488994881 + -6.357266157348163*t.^1 + 1.338839592401666*t.^2 + -0.1030267192849714*t.^3,'g');
hold on;
t = linspace(4.430039633046293,4.510646354168061);
plot(9.567497140257911 + -8.521097302626973*t.^1 + 2.130271244673092*t.^2 + -0.1617865338898729*t.^3, 19.99568486003718 + -13.01083415037227*t.^1 + 2.840760239655293*t.^2 + -0.2160370436208163*t.^3,'g');
hold on;
t = linspace(4.510646354168061,4.592790411296255);
plot(-8.092963905773239 + 3.224754395353297*t.^1 + -0.4737572638191605*t.^2 + 0.03064919143110398*t.^3, -0.3219565966163444 + 0.5022900416045681*t.^1 + -0.1550685464986123*t.^2 + 0.00535242409080564*t.^3,'g');
hold on;
t = linspace(4.592790411296255,4.677110766318722);
plot(85.34162171355086 + -57.80649932102524*t.^1 + 12.8147336645429*t.^2 + -0.9337965113873967*t.^3, 104.6303575546919 + -68.05231712695124*t.^1 + 14.77150136619356*t.^2 + -1.077980987334439*t.^3,'g');
hold on;
t = linspace(4.677110766318722,4.764934049438824);
plot(-211.2558552650467 + 132.4375370921072*t.^1 + -27.86081282521245*t.^2 + 1.965111847641441*t.^3, -241.8180621439351 + 154.1671921009503*t.^1 + -32.74063172848764*t.^2 + 2.308164539146734*t.^3,'g');
hold on;
t = linspace(4.764934049438824,4.859582751466275);
plot(965.1703210261485 + -608.2397718182305*t.^1 + 127.582536699755*t.^2 + -8.909005045489138*t.^3, 1073.901122120488 + -674.2089222039544*t.^1 + 141.1077585556264*t.^2 + -9.853486142012823*t.^3,'g');
hold on;
t = linspace(4.859582751466275,4.974237958353728);
plot(-2476.481082412804 + 1516.418812748834*t.^1 + -309.6275476281627*t.^2 + 21.08054389922214*t.^3, -2977.887885355292 + 1827.110150664949*t.^1 + -373.6111382702758*t.^2 + 25.45262435829003*t.^3,'g');
hold on;
t = linspace(4.974237958353728,5.042678762842272);
plot(6054.142460502351 + -3628.463849281139*t.^1 + 724.6781500696454*t.^2 + -48.23028698297674*t.^3, 154.6630489758764 + -62.15467375124207*t.^1 + 6.198762308236598*t.^2 + 0.0008262632230073761*t.^3,'g');
hold on;
t = linspace(5.042678762842272,5.157334134592127);
plot(-2833.46759481141 + 1658.969957212807*t.^1 + -323.8585613019353*t.^2 + 21.08054036920226*t.^3, 3418.593789132956 + -2003.938531296068*t.^1 + 391.2686723435831*t.^2 + -25.45323153325291*t.^3,'g');
hold on;
t = linspace(5.157334134592127,5.251982877772182);
plot(1280.358262509854 + -734.0255807696902*t.^1 + 140.1399843675802*t.^2 + -8.90901971232044*t.^3, -1424.645565369084 + 813.3538302846925*t.^1 + -155.0004442304528*t.^2 + 9.853712087742355*t.^3,'g');
hold on;
t = linspace(5.251982877772182,5.339806179672577);
plot(-294.9466166944427 + 165.8087765764173*t.^1 + -31.19232540716239*t.^2 + 1.965115115236309*t.^3, 337.2205296242461 + -193.0466870037538*t.^1 + 36.62251812683264*t.^2 + -2.30823174800305*t.^3,'g');
hold on;
t = linspace(5.339806179672577,5.424126545555023);
plot(146.4324489157565 + -82.16599109797622*t.^1 + 15.24658254765755*t.^2 + -0.9337983404369371*t.^3, -178.3561474542574 + 96.61364507413299*t.^1 + -17.62295864357105*t.^2 + 1.078000819569898*t.^3,'g');
hold on;
t = linspace(5.424126545555023,5.506270609953276);
plot(-7.477996383722783 + 2.959481551038449*t.^1 + -0.4472756125606112*t.^2 + 0.03064930094285408*t.^3, -5.469447338552504 + 0.9927011320806969*t.^1 + 0.005860142084307449*t.^2 + -0.00535755697227371*t.^3,'g');
hold on;
t = linspace(5.506270609953276,5.586877336505136);
plot(24.64819049036969 + -14.54393726896298*t.^1 + 2.731539970596853*t.^2 + -0.1617867904600007*t.^3, -42.43038352152833 + 21.13025273524619*t.^1 + -3.651343259209544*t.^2 + 0.2160387177091169*t.^3,'g');
hold on;
t = linspace(5.586877336505136,5.666284465948851);
plot(7.999111732506975 + -5.603838307557633*t.^1 + 1.131343935686622*t.^2 + -0.06631330031942831*t.^3, -22.72281411714201 + 10.54782812627079*t.^1 + -1.757185938119114*t.^2 + 0.1030264327299424*t.^3,'g');
hold on;
t = linspace(5.666284465948851,5.744677426840314);
plot(8.161787621975215 + -5.689966646390078*t.^1 + 1.146544079511033*t.^2 + -0.06720748673710376*t.^3, -21.93700410555608 + 10.13178300024077*t.^1 + -1.68376125770813*t.^2 + 0.09870704255152689*t.^3,'g');
hold on;
t = linspace(5.744677426840314,5.822156900506029);
plot(5.187717221926402 + -4.136840067261285*t.^1 + 0.8761848471767214*t.^2 + -0.05151996637427553*t.^3, -17.5103353915043 + 7.820076849411771*t.^1 + -1.281352910108274*t.^2 + 0.07535740846417026*t.^3,'g');
hold on;
t = linspace(5.822156900506029,5.898773155709186);
plot(4.155684083747284 + -3.605061300827023*t.^1 + 0.7848477747615065*t.^2 + -0.04629068600183736*t.^3, -15.32366540067896 + 6.693344938097982*t.^1 + -1.087828082356576*t.^2 + 0.06427761844483465*t.^3,'g');
hold on;
t = linspace(5.898773155709186,5.974545036263083);
plot(3.281123433216237 + -3.160276956296966*t.^1 + 0.709444918474421*t.^2 + -0.04202975160657212*t.^3, -13.3528964151637 + 5.691050596464699*t.^1 + -0.9179123532420908*t.^2 + 0.05467586315158744*t.^3,'g');
hold on;
t = linspace(5.974545036263083,6.049471184127277);
plot(2.872350364831467 + -2.955019619091961*t.^1 + 0.6750896100853849*t.^2 + -0.04011299151965264*t.^3, -11.9397645227678 + 4.981474277020096*t.^1 + -0.7991457668095239*t.^2 + 0.04804960761180985*t.^3,'g');
hold on;
t = linspace(6.049471184127277,6.123537046310976);
plot(2.725524860760307 + -2.882207219659486*t.^1 + 0.6630534506895814*t.^2 + -0.0394497842723049*t.^3, -10.82954270160343 + 4.430902935804015*t.^1 + -0.7081342842421414*t.^2 + 0.04303476252330139*t.^3,'g');
hold on;
t = linspace(6.123537046310976,6.196719459225897);
plot(2.830752496411963 + -2.933759599365377*t.^1 + 0.6714721765527569*t.^2 + -0.03990805568197693*t.^3, -9.983558562439597 + 4.016444364181533*t.^1 + -0.6404514126455425*t.^2 + 0.03935046094592173*t.^3,'g');
hold on;
t = linspace(6.196719459225897,6.268989775409145);
plot(3.154450802998666 + -3.09047073114235*t.^1 + 0.696761546647389*t.^2 + -0.04126841903019877*t.^3, -9.332358524646276 + 3.701180759586485*t.^1 + -0.5895755247391323*t.^2 + 0.03661375010824001*t.^3,'g');
hold on;
t = linspace(6.268989775409145,6.340316079155706);
plot(3.690912874283741 + -3.347192511127987*t.^1 + 0.7377126072142223*t.^2 + -0.04344585973616753*t.^3, -8.834788744026703 + 3.463070729847096*t.^1 + -0.5515933237354866*t.^2 + 0.03459416894421496*t.^3,'g');
hold on;
t = linspace(6.340316079155706,6.410664814390481);
plot(4.441909092176189 + -3.702535781960147*t.^1 + 0.7937576476184978*t.^2 + -0.04639235008483895*t.^3, -8.454032512901835 + 3.282911148035426*t.^1 + -0.5231784025292774*t.^2 + 0.03310029383076304*t.^3,'g');
hold on;
t = linspace(6.410664814390481,6.480002023348626);
plot(5.419017596246645 + -4.159793429502535*t.^1 + 0.8650852962760831*t.^2 + -0.05010115152341835*t.^3, -8.159195010018525 + 3.144935987227722*t.^1 + -0.5016556486804128*t.^2 + 0.03198118193041063*t.^3,'g');
hold on;
t = linspace(6.480002023348626,6.548294322058933);
plot(6.640882695236725 + -4.725471539441706*t.^1 + 0.9523812736385794*t.^2 + -0.05459168393621457*t.^3, -7.920841979150949 + 3.034587396281896*t.^1 + -0.4846265504566437*t.^2 + 0.03110519978501365*t.^3,'g');
hold on;
t = linspace(6.548294322058933,6.615509694915425);
plot(8.132649537522827 + -5.408901499482163*t.^1 + 1.056748903807281*t.^2 + -0.05990439719332049*t.^3, -7.708867086261437 + 2.937474369989504*t.^1 + -0.4697962722931757*t.^2 + 0.03035028166262007*t.^3,'g');
hold on;
t = linspace(6.615509694915425,6.681618163470487);
plot(9.925112295759465 + -6.221747148977996*t.^1 + 1.17961859744866*t.^2 + -0.06609538873228006*t.^3, -7.48994629979022 + 2.83819821596643*t.^1 + -0.4547896955362288*t.^2 + 0.02959415061860387*t.^3,'g');
hold on;
t = linspace(6.681618163470487,6.746592367231179);
plot(12.05394721631867 + -7.17757919526183*t.^1 + 1.322672573730862*t.^2 + -0.07323208190960553*t.^3, -7.225095256697387 + 2.719281943015915*t.^1 + -0.4369921695416051*t.^2 + 0.02870626560037453*t.^3,'g');
hold on;
t = linspace(6.746592367231179,6.81040808284199);
plot(14.55862046454424 + -8.291329565177847*t.^1 + 1.487755968323605*t.^2 + -0.08138846593316923*t.^3, -6.86700263431604 + 2.560049280262817*t.^1 + -0.4133902303572392*t.^2 + 0.02754014904356763*t.^3,'g');
hold on;
t = linspace(6.81040808284199,6.873044700328715);
plot(17.48075718459114 + -9.578537329162835*t.^1 + 1.676761935121389*t.^2 + -0.09063930496751732*t.^3, -6.357118451100541 + 2.335444156599206*t.^1 + -0.3804105438345657*t.^2 + 0.02592596840899049*t.^3,'g');
hold on;
t = linspace(6.873044700328715,6.934485669684343);
plot(20.86164661394109 + -11.05425423924846*t.^1 + 1.891472732799607*t.^2 + -0.1010524870452239*t.^3, -5.622465950686611 + 2.014777320089868*t.^1 + -0.3337548256644218*t.^2 + 0.02366322944324932*t.^3,'g');
hold on;
t = linspace(6.934485669684343,6.994718927134969);
plot(24.73851346211458 + -12.73146594585937*t.^1 + 2.133338068817708*t.^2 + -0.1126786958966109*t.^3, -4.572252569483057 + 1.560433581608396*t.^1 + -0.2682353682563925*t.^2 + 0.0205137789754969*t.^3,'g');
hold on;
t = linspace(6.994718927134969,7.053737307370328);
plot(29.13911666911785 + -14.6188626745249*t.^1 + 2.403169744447111*t.^2 + -0.1255375245090865*t.^3, -3.09447660337731 + 0.9266228531860259*t.^1 + -0.1776226166898362*t.^2 + 0.01619562826253365*t.^3,'g');
hold on;
t = linspace(7.053737307370328,7.111538945478943);
plot(34.07419290191009 + -16.71778244616236*t.^1 + 2.700731119385803*t.^2 + -0.1395991659705463*t.^3, -1.052911600875813 + 0.05833208183779326*t.^1 + -0.0545260604229944*t.^2 + 0.01037854383845015*t.^3,'g');
hold on;
t = linspace(7.111538945478943,7.168127670025032);
plot(39.5272689800819 + -19.01816051621642*t.^1 + 3.024202324098319*t.^2 + -0.1547609664937255*t.^3, 1.714895412764418 + -1.109266254412531*t.^1 + 0.109657577633661*t.^2 + 0.002682898806932618*t.^3,'g');
hold on;
t = linspace(7.168127670025032,7.22351338644841);
plot(45.44147851392663 + -21.49337153620537*t.^1 + 3.369510211168961*t.^2 + -0.1708185249416409*t.^3, 5.397644495561702 + -2.650567938336525*t.^1 + 0.3246790943916921*t.^2 + -0.007316063574703282*t.^3,'g');
hold on;
t = linspace(7.22351338644841,7.277712447618529);
plot(51.70330485990893 + -24.09397293789848*t.^1 + 3.729529119221646*t.^2 + -0.1874318121696213*t.^3, 10.20696184971321 + -4.647927296667865*t.^1 + 0.6011871108478479*t.^2 + -0.02007569090392397*t.^3,'g');
hold on;
t = linspace(7.277712447618529,7.330748005834272);
plot(58.12372434285479 + -26.74058182598942*t.^1 + 4.093188566766455*t.^2 + -0.2040881195904972*t.^3, 16.36897415799127 + -7.188016240534178*t.^1 + 0.9502100987920199*t.^2 + -0.03606162011159151*t.^3,'g');
hold on;
t = linspace(7.330748005834272,7.382650337786409);
plot(64.41813101003272 + -29.31647448885341*t.^1 + 4.444570534993153*t.^2 + -0.2200656600337119*t.^3, 24.10871448481141 + -10.35539028776387*t.^1 + 1.382277064497143*t.^2 + -0.05570795385367153*t.^3,'g');
hold on;
t = linspace(7.382650337786409,7.433457131005923);
plot(70.18774140161028 + -31.66100258957371*t.^1 + 4.762143221419919*t.^2 + -0.2344043537681893*t.^3, 33.62529256054108 + -14.22252917704102*t.^1 + 1.906091509491791*t.^2 + -0.07935864933691027*t.^3,'g');
hold on;
t = linspace(7.433457131005923,7.483213717204264);
plot(74.90685684671402 + -33.56554661072086*t.^1 + 5.018355638816268*t.^2 + -0.2458935084948487*t.^3, 45.05633891873933 + -18.83587912582238*t.^1 + 2.526711211398523*t.^2 + -0.1071886657509439*t.^3,'g');
hold on;
t = linspace(7.483213717204264,7.53197323486852);
plot(77.92215740241394 + -34.77437239185581*t.^1 + 5.179893960026552*t.^2 + -0.2530890943894892*t.^3, 58.43172960786497 + -24.19803682754951*t.^1 + 3.243269351305615*t.^2 + -0.1391071331806835*t.^3,'g');
hold on;
t = linspace(7.53197323486852,7.579796700822611);
plot(78.47157654551688 + -34.99320713514433*t.^1 + 5.208948065300778*t.^2 + -0.2543749064145824*t.^3, 73.61930530491162 + -30.24727859598965*t.^1 + 4.046411048681247*t.^2 + -0.1746507936235879*t.^3,'g');
hold on;
t = linspace(7.579796700822611,7.626752968647614);
plot(75.73038088778981 + -33.90827210353738*t.^1 + 5.065812955689038*t.^2 + -0.2480803176429951*t.^3, 90.26925282685391 + -36.83714433215192*t.^1 + 4.915809793300227*t.^2 + -0.2128839538227537*t.^3,'g');
hold on;
t = linspace(7.626752968647614,7.672918551420523);
plot(68.8897503897783 + -31.21749510074247*t.^1 + 4.713005278050041*t.^2 + -0.2326605761492762*t.^3, 107.7685153994553 + -43.72051762791938*t.^1 + 5.81833978529865*t.^2 + -0.2523297483702972*t.^3,'g');
hold on;
t = linspace(7.672918551420523,7.718377287780839);
plot(57.26746656190159 + -26.67335049006169*t.^1 + 4.12077370668278*t.^2 + -0.206932357810175*t.^3, 125.2207392688336 + -50.54408433949902*t.^1 + 6.707645030213097*t.^2 + -0.290963689243196*t.^3,'g');
hold on;
t = linspace(7.718377287780839,7.763219834414365);
plot(40.44113631475876 + -20.13324641645761*t.^1 + 3.273431858810445*t.^2 + -0.1703382303021481*t.^3, 141.4687314513166 + -56.8593983919251*t.^1 + 7.525862877949568*t.^2 + -0.32630003941237*t.^3,'g');
hold on;
t = linspace(7.763219834414365,7.807542974996192);
plot(18.38317724910959 + -11.60922177096206*t.^1 + 2.175430665064966*t.^2 + -0.1231927924913212*t.^3, 155.1727739671163 + -62.15515561950602*t.^1 + 8.20802277301074*t.^2 + -0.3555902870849983*t.^3,'g');
hold on;
t = linspace(7.807542974996192,7.851448745431434);
plot(-8.432948504484802 + -1.305291646155716*t.^1 + 0.8556902348419266*t.^2 + -0.06684811681680436*t.^3, 164.9478492793269 + -65.91116772607351*t.^1 + 8.689097564221777*t.^2 + -0.3761291767524089*t.^3,'g');
hold on;
t = linspace(7.851448745431434,7.895043387326639);
plot(-38.9891480002929 + 10.37008209181389*t.^1 + -0.6313440841126758*t.^2 + -0.003716060251240742*t.^3, 169.5467033352325 + -67.66836727166616*t.^1 + 8.912903335941945*t.^2 + -0.3856308529812871*t.^3,'g');
hold on;
t = linspace(7.895043387326639,7.938436154898403);
plot(-71.76836158915596 + 22.8256996156446*t.^1 + -2.208994378451126*t.^2 + 0.06289325468809372*t.^3, 168.0579147269489 + -67.10264956680589*t.^1 + 8.841248542281361*t.^2 + -0.3826055458298996*t.^3,'g');
hold on;
t = linspace(7.938436154898403,7.981738013374401);
plot(-104.8971604269354 + 35.34534385968277*t.^1 + -3.786086389994601*t.^2 + 0.1291150302271938*t.^3, 160.0756872004053 + -64.08610044902348*t.^1 + 8.461255674804427*t.^2 + -0.3666497219513111*t.^3,'g');
hold on;
t = linspace(7.981738013374401,8.025060277532328);
plot(-136.3668323510337 + 47.17347146974728*t.^1 + -5.267985143154*t.^2 + 0.1910020841777783*t.^3, 145.7977843975084 + -58.71963661158393*t.^1 + 7.788912905792546*t.^2 + -0.3385713440389113*t.^3,'g');
hold on;
t = linspace(8.025060277532328,8.068513245672204);
plot(-164.290290659857 + 57.6120690664533*t.^1 + -6.568735198070204*t.^2 + 0.2450307564424132*t.^3, 126.0227256691866 + -51.32714681919473*t.^1 + 6.867737296297639*t.^2 + -0.3003088854555196*t.^3,'g');
hold on;
t = linspace(8.068513245672204,8.112204885902864);
plot(-187.1397808358634 + 66.10786853295203*t.^1 + -7.621692441594063*t.^2 + 0.2885314283945289*t.^3, 102.0433163177447 + -42.41122564958991*t.^1 + 5.762710769336536*t.^2 + -0.2546570826464615*t.^3,'g');
hold on;
t = linspace(8.112204885902864,8.156239627874168);
plot(-203.9154591383065 + 72.31173488188836*t.^1 + -8.38644954970375*t.^2 + 0.3199555651886516*t.^3, 75.46141553688133 + -32.58088932744284*t.^1 + 4.550914906139109*t.^2 + -0.2048639672012288*t.^3,'g');
hold on;
t = linspace(8.156239627874168,8.200717304666306);
plot(-214.215498499893 + 76.10025992462475*t.^1 + -8.850943632220529*t.^2 + 0.3389387446810473*t.^3, 47.96799171341888 + -22.46835276236836*t.^1 + 3.311062103075967*t.^2 + -0.1541930346951136*t.^3,'g');
hold on;
t = linspace(8.200717304666306,8.245732277887292);
plot(-218.2059195974896 + 77.56004238609049*t.^1 + -9.028950312274619*t.^2 + 0.3461741556595805*t.^3, 21.13654569119431 + -12.65282869584902*t.^1 + 2.114151674163341*t.^2 + -0.1055423949829196*t.^3,'g');
hold on;
t = linspace(8.245732277887292,8.291372765974739);
plot(-216.5123819475769 + 76.94389177890163*t.^1 + -8.954226735711121*t.^2 + 0.3431534586474673*t.^3, -3.732615140203791 + -3.604816951122544*t.^1 + 1.016855346826754*t.^2 + -0.06118424338170788*t.^3,'g');
hold on;
t = linspace(8.291372765974739,8.337720383095069);
plot(-210.0693609063315 + 74.61266585657231*t.^1 + -8.673063894752389*t.^2 + 0.3318500292116511*t.^3, -25.69880574445033 + 4.34303121259375*t.^1 + 0.05828691816656451*t.^2 + -0.02264746321610968*t.^3,'g');
hold on;
t = linspace(8.337720383095069,8.38484988538773);
plot(-199.962831494848 + 70.97622965562655*t.^1 + -8.236921156226554*t.^2 + 0.3144134990616705*t.^3, -44.19910561882276 + 10.99963482521271*t.^1 + -0.7400852155542292*t.^2 + 0.009270618986931198*t.^3,'g');
hold on;
t = linspace(8.38484988538773,8.432829113585827);
plot(-187.2940235055919 + 66.44348017444604*t.^1 + -7.696333126251239*t.^2 + 0.2929228328655114*t.^3, -59.01307787152447 + 16.29989867794478*t.^1 + -1.37220909674247*t.^2 + 0.03440022336580992*t.^3,'g');
hold on;
t = linspace(8.432829113585827,8.481719116679345);
plot(-173.0793637690545 + 61.38657950265256*t.^1 + -7.096664782012353*t.^2 + 0.2692191095495017*t.^3, -70.19492764533329 + 20.27786963758187*t.^1 + -1.843933461846504*t.^2 + 0.05304657003271344*t.^3,'g');
hold on;
t = linspace(8.481719116679345,8.531574440257623);
plot(-158.1901118237328 + 56.12022309288589*t.^1 + -6.47575806047163*t.^2 + 0.2448173456696728*t.^3, -77.99317206906426 + 23.03612335352809*t.^1 + -2.169133303765591*t.^2 + 0.06582699176268954*t.^3,'g');
hold on;
t = linspace(8.531574440257623,8.58244356521196);
plot(-143.3270999088821 + 50.89386820882713*t.^1 + -5.863168330327877*t.^2 + 0.2208831260078189*t.^3, -82.77304312429717 + 24.71689321214118*t.^1 + -2.366139128468017*t.^2 + 0.07352411832402782*t.^3,'g');
hold on;
t = linspace(8.58244356521196,8.634369487296585);
plot(-129.0219814607431 + 45.89350263481158*t.^1 + -5.280541070850868*t.^2 + 0.1982544789311818*t.^3, -84.95072367733803 + 25.47810318800441*t.^1 + -2.454832980059272*t.^2 + 0.07696889683872989*t.^3,'g');
hold on;
t = linspace(8.634369487296585,8.68739043549437);
plot(-115.6556992710137 + 41.24940596646965*t.^1 + -4.742679368826813*t.^2 + 0.1774901099437534*t.^3, -84.94305422903838 + 25.47543844856599*t.^1 + -2.454524360021371*t.^2 + 0.07695698243709136*t.^3,'g');
hold on;
t = linspace(8.68739043549437,8.74154073741907);
plot(-103.4862470016045 + 37.04695218252741*t.^1 + -4.258937580640096*t.^2 + 0.1589290398587608*t.^3, -83.13243111877279 + 24.85017941696963*t.^1 + -2.382551189684545*t.^2 + 0.07419538711602454*t.^3,'g');
hold on;
t = linspace(8.74154073741907,8.796851853876483);
plot(-92.68004277440107 + 33.33838253154601*t.^1 + -3.834690898918818*t.^2 + 0.1427516216184711*t.^3, -79.84432112797145 + 23.7217364721031*t.^1 + -2.253461481272374*t.^2 + 0.06927292503564288*t.^3,'g');
hold on;
t = linspace(8.796851853876483,8.853353623843097);
plot(-83.34369029969083 + 30.1543960453137*t.^1 + -3.472744768743938*t.^2 + 0.1290366344773466*t.^3, -75.33380858252616 + 22.1835114501172*t.^1 + -2.0786006279197*t.^2 + 0.06264703749249038*t.^3,'g');
hold on;
t = linspace(8.853353623843097,8.911075788549555);
plot(-75.55486347636548 + 27.51511589648433*t.^1 + -3.174633989375375*t.^2 + 0.1178126097730915*t.^3, -69.77729612095143 + 20.30066139205208*t.^1 + -1.865929798529762*t.^2 + 0.05463987100222426*t.^3,'g');
hold on;
t = linspace(8.911075788549555,8.970049904531717);
plot(-69.39382512427395 + 25.44094264346088*t.^1 + -2.94187048222524*t.^2 + 0.1091057109027655*t.^3, -63.26569370407648 + 18.10846735014679*t.^1 + -1.619922010702147*t.^2 + 0.04543754819761868*t.^3,'g');
hold on;
t = linspace(8.970049904531717,9.030311820255092);
plot(-64.97610982728621 + 23.96345410861257*t.^1 + -2.777156957710524*t.^2 + 0.1029848410351593*t.^3, -55.79473916280551 + 15.60983424750488*t.^1 + -1.341369145418802*t.^2 + 0.03508632874146608*t.^3,'g');
hold on;
t = linspace(9.030311820255092,9.091904997392026);
plot(-62.50064909458197 + 23.14107030327655*t.^1 + -2.686087698785112*t.^2 + 0.0996232273671003*t.^3, -47.24978928853818 + 12.77107849542745*t.^1 + -1.027010592958846*t.^2 + 0.02348250085168245*t.^3,'g');
hold on;
t = linspace(9.091904997392026,9.154885140970466);
plot(-62.29137625787587 + 23.07201783184203*t.^1 + -2.678492758950795*t.^2 + 0.09934477674402789*t.^3, -37.37243245176089 + 9.511907780507794*t.^1 + -0.6685410845494926*t.^2 + 0.01034005862744824*t.^3,'g');
hold on;
t = linspace(9.154885140970466,9.219326932923456);
plot(-64.96932525496175 + 23.94956537804819*t.^1 + -2.774348417726775*t.^2 + 0.1028349227990196*t.^3, -25.72385533195964 + 5.694740134896105*t.^1 + -0.2515869025107817*t.^2 + -0.004841423740281812*t.^3,'g');
hold on;
t = linspace(9.219326932923456,9.285334291714086);
plot(-71.3574662787716 + 26.02828795843432*t.^1 + -2.999822858053078*t.^2 + 0.1109871607359382*t.^3, -11.53922690334573 + 1.079014323733474*t.^1 + 0.2490706666095033*t.^2 + -0.0229431634429337*t.^3,'g');
hold on;
t = linspace(9.285334291714086,9.353056851302133);
plot(-83.79743514474181 + 30.04751929954113*t.^1 + -3.432680869928153*t.^2 + 0.1265262893688313*t.^3, 6.225592878995627 + -4.660623870508183*t.^1 + 0.8672108448649604*t.^2 + -0.04513371895896088*t.^3,'g');
hold on;
t = linspace(9.353056851302133,9.422718121628836);
plot(-103.1774419587613 + 36.2636710204584*t.^1 + -4.097292645494539*t.^2 + 0.1502123699780052*t.^3, 29.91822551257325 + -12.2600535575882*t.^1 + 1.679718435473909*t.^2 + -0.07409065441248701*t.^3,'g');
hold on;
t = linspace(9.422718121628836,9.494667414561983);
plot(-143.6255925417401 + 49.14153175900726*t.^1 + -5.463974803691454*t.^2 + 0.1985594300851393*t.^3, 60.93639867801296 + -22.1356030853537*t.^1 + 2.727775843144551*t.^2 + -0.1111662057251859*t.^3,'g');
hold on;
t = linspace(9.494667414561983,9.569485481943486);
plot(-187.5819294393535 + 63.03027634953326*t.^1 + -6.926769021130268*t.^2 + 0.2499143697781059*t.^3, 110.4783643539961 + -37.78922111519662*t.^1 + 4.376450551416581*t.^2 + -0.1690469309886973*t.^3,'g');
hold on;
t = linspace(9.569485481943486,9.648230612566008);
plot(-368.0971972370776 + 119.621177126279*t.^1 + -12.84045172471201*t.^2 + 0.4559053367512059*t.^3, 164.7346499150521 + -54.79837557708423*t.^1 + 6.153887226981*t.^2 + -0.2309602797233546*t.^3,'g');
hold on;
t = linspace(9.648230612566008,9.733142463722485);
plot(-380.2132048411369 + 123.3885023770702*t.^1 + -13.23091971848949*t.^2 + 0.4693954784313093*t.^3, 309.9232034727706 + -99.94299101629935*t.^1 + 10.8329436521475*t.^2 + -0.3926153580155485*t.^3,'g');
hold on;
t = linspace(9.733142463722485,9.830554089083893);
plot(-1646.288158195686 + 513.6247363806767*t.^1 + -53.32446971614964*t.^2 + 1.842489185391743*t.^3, 273.8801188179353 + -88.83360323454968*t.^1 + 9.691545812430597*t.^2 + -0.3535256243565191*t.^3,'g');
hold on;
t = linspace(9.830554089083893,10.01675206079647);
plot(-1646.288158195687 + 513.6247363806769*t.^1 + -53.32446971614964*t.^2 + 1.842489185391743*t.^3, 273.8801188179352 + -88.83360323454959*t.^1 + 9.691545812430585*t.^2 + -0.3535256243565186*t.^3,'g');
hold on;
